We describe a linear representation for Abel-Grassmann groups. As a consequence, we obtain or improve many previous results. For example, we calculate the number of Abel-Grassmann groups of order 
up to isomorphism.
Linear representation of Abel-Grassmann groups
Stanovský, David
Abstract
carpathian_2017_33_2_257_263_abstractAdditional Information
| Author(s) | Stanovský, David |
|---|
Recently posted
-
A New Existence Theorem of the Solution of a Functional Fredholm Integral Equation in b-metric Spaces
-
Generalized metric spaces having the fixed point property with respect to contractions
-
Multiperiodic solutions of linear systems with a differentiation operator in the directions of the diagonal of the space of independent variables
-
Attractors associated to iterated function systems of enriched φ-contractions in Banach spaces
-
An extragradient method with conjugate gradient-type direction for solving variational inequalities with application
-
Unit neighborhoods of zero in topological ordered rings
-
Leray Schauder topological degree for nonlinear elliptic PDEs driven by the A_p(·)-Laplacian operator
-
Convergence analysis of Bregman projection methods with a new extrapolation technique for solving variational inequalities in reflexive Banach spaces
-
Differential-Boundary equations with algebraic terms and associated boundary value problems
-
(h, k)-Dichotomy on time scales and its application to Volterra integro-dynamic systems